Referring to Wikiversity's tutorial "Introduction to finite elements/Axial bar finite element solution" I'd like to know why, on calculation of matrix Kij, the element K33 is equal to 1/h3 (and so, taking all the elements equal to 1/h, K33=1) and afterwards, when the matrix Kij is written in numeric form, K33=2. Really, taking K33=1 det(K)=0 and when K33=2 det(K)=1. I think that the value of the the element K33 has been modified taking into account boundary conditions. Otherwise? Thanks for your answers. Marco Siracusano marco.siracusano@fastwebnet.it
Ciao Marco,
would you be so kind to add your question also at the talk page of the page ? http://en.wikiversity.org/wiki/Introduction_to_finite_elements/Axial_bar_fin...
Not every Wikiversity participant is subscribed to this list. Then your chances of a reply increase.
Thanks, Erkan YILMAZ
On Mon, Mar 3, 2008 at 11:29 AM, Marco Siracusano < marco.siracusano@fastwebnet.it> wrote:
Referring to Wikiversity's tutorial "Introduction to finite elements/Axial bar finite element solution" I'd like to know why, on calculation of matrix Kij, the element K33 is equal to 1/h3 (and so, taking all the elements equal to 1/h, K33=1) and afterwards, when the matrix Kij is written in numeric form, K33=2. Really, taking K33=1 det(K)=0 and when K33=2 det(K)=1. I think that the value of the the element K33 has been modified taking into account boundary conditions. Otherwise? Thanks for your answers. Marco Siracusano marco.siracusano@fastwebnet.it
Wikiversity-l mailing list Wikiversity-l@lists.wikimedia.org https://lists.wikimedia.org/mailman/listinfo/wikiversity-l
********************************************************************************************** This e-mail may contain confidential and/or privileged information. If you are not the intended recipient (or have received this e-mail in error) please notify the sender immediately and destroy this e-mail. Any unauthorised copying, disclosure or distribution of the material in this e-mail is strictly forbidden.
Diese eMail enthaelt vertrauliche und/oder rechtlich geschuetzte Informationen. Wenn Sie nicht der richtige Adressat sind oder diese eMail irrtuemlich erhalten haben, informieren Sie bitte sofort den Absender und vernichten Sie diese Mail. Das unerlaubte Kopieren sowie die unbefugte Weitergabe dieser Mail ist nicht gestattet. **********************************************************************************************
wikiversity-l@lists.wikimedia.org